Algebra Volume-2 Rings, I.S.Luther, I.B.S.Passi
In this volume present some of the basic notations in the theory of rings. and related definitions ,and the number of examples, and go on study in some integral and algebraic elements.
this book divided by fourteen chapters by given below
Chapter 1 Rings
Chapter 2 Matrices and Endomorphisms
Chapter 3 Ring of Fraction,Division Rings and Prime Fields
Chapter 4 Polynomials
Chapter 5 Cayley-Hamilton Theorem
Chapter 6 Symmetric Polynomials,Resultant
Chapter 7 Power series
Chapter 8 Factorization in Inegral Domains
Chapter 9 Euclidean and Principal Ideal Domain
Chapter 10 Ideals and homomorphism theorems
Chapter 11 Maximal Ideals
Chapter 12 Prime Ideals
Chapter 13 Finiteness Conditions
Chapter 14 Dedekind Domains
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